DocumentCode
2583203
Title
Torsional vibration of quartz crystal beams with static axial loads and its application to sensors
Author
Kawashima, Hirofumi ; Sunaga, Kenji ; Yamagata, Sekiji
Author_Institution
Seiko Instrum. Inc., Chiba, Japan
fYear
1997
fDate
28-30 May 1997
Firstpage
183
Lastpage
188
Abstract
This paper describes a vibration analysis of torsional piezoelectric resonators in the presence of axial loads, and the results are applied to sensors, e.g., such as quartz sensors for force, acceleration, and quartz crystal microbalance. A frequency equation for a resonator vibrating in torsion is given as a function of axial load, a thickness-to-width ratio, thickness, and elastic compliance constants. That is, load sensitivity SL (frequency deviation Δf/fo versus axial load F) for this resonator is found to be given as a function of a thickness-to-width ratio and thickness principally, and to be independent of resonator length and the order of vibration. This result is entirely different from that of a flexural mode resonator, and makes it possible to realize miniature piezoelectric devices for sensors
Keywords
acceleration measurement; crystal resonators; electric sensing devices; force measurement; mass measurement; microbalances; vibrations; QCM; acceleration; acceleration sensor; axial loads; elastic compliance constants; flexural mode resonator; force; force sensor; frequency equation; load sensitivity; miniature piezoelectric devices; quartz crystal beams; quartz crystal microbalance; static axial loads; thickness-to-width ratio; torsional piezoelectric resonators; torsional vibration; vibration analysis; Acceleration; Consumer products; Equations; Force sensors; Frequency; Instruments; Particle beams; Piezoelectric devices; Sensor phenomena and characterization; Temperature sensors;
fLanguage
English
Publisher
ieee
Conference_Titel
Frequency Control Symposium, 1997., Proceedings of the 1997 IEEE International
Conference_Location
Orlando, FL
Print_ISBN
0-7803-3728-X
Type
conf
DOI
10.1109/FREQ.1997.638541
Filename
638541
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